Asked by Nelson
Hello, please I need help with this excersice of chemical equilibrum. I really don't get what "1:6" means and how can I use that proportion". The excercise says:
"0,014" moles of HCl are dissolved in water in a proportion of 1:6 (1 mole of HCl per 6 moles of H2O). What is the pH of the solution?
"0,014" moles of HCl are dissolved in water in a proportion of 1:6 (1 mole of HCl per 6 moles of H2O). What is the pH of the solution?
Answers
Answered by
Scott
so the concentration of H⁺ from the HCl is ... 1 mole in 6 moles of water
pH is based on moles of H⁺ per liter of solution
water's volume is 18 mL per mole (based on the molar mass)
so 6 moles is 108 mL
so, [H⁺] = 1 mole / .108 L
pH is the negative log of [H⁺]
pH is based on moles of H⁺ per liter of solution
water's volume is 18 mL per mole (based on the molar mass)
so 6 moles is 108 mL
so, [H⁺] = 1 mole / .108 L
pH is the negative log of [H⁺]
Answered by
Nelson
Hello, thanks to answer my question. .. I was thinking about the answer because it give me a negative pH ... Is that posible? And Does the initial moles of HCl the problem (0,014) interact in something?
Answered by
DrBob222
I don't think this problem has a simple answer. You can estimate an answer only, I think.
6 mols H2O, as Scott writes, is 108 grams and if we assume the density of H2O is 1.00 g/mL, this then is 108 mL or 0.108 L. However, if we add 0.014 mols HCl to that we don't know the final volume. If we assume adding 0.014 mol HCl doesn't change the volume, then (H^+) = mols/L and that is 0.014/0.108 = approx 0.13
Then pH = -log(0.13) = approx -(-0.9) = 0.9
6 mols H2O, as Scott writes, is 108 grams and if we assume the density of H2O is 1.00 g/mL, this then is 108 mL or 0.108 L. However, if we add 0.014 mols HCl to that we don't know the final volume. If we assume adding 0.014 mol HCl doesn't change the volume, then (H^+) = mols/L and that is 0.014/0.108 = approx 0.13
Then pH = -log(0.13) = approx -(-0.9) = 0.9
There are no AI answers yet. The ability to request AI answers is coming soon!
Submit Your Answer
We prioritize human answers over AI answers.
If you are human, and you can answer this question, please submit your answer.